انواع توپولوژی UPS
اختلاف نظرهاي بسياري در بازار UPS1 درباره انواع مختلف آن و مشخصات (مزايا و معايب) هريك از آنها وجود دارد. تنوع UPS در بازار و مشخصات خاص هريك از آنها يك سر درگمي را براي كاربران اين نوع تجهيزات در تصميمگيري درست به دنبال داشته است. بخش زيادي از اين سردرگمي به خاطر مشخص نبودن نقطه تمايز اين تجهيزات براي كاربران عام است. براي مثال اين يك باور تقريبا همگاني است كه تنها دو نوع UPS با عناوين Standby UPS و On Line UPS وجود دارد. ولي واقعيت اين است كه اين دو عنوان معروف نميتوانند بازگو كننده مشخصات تمامي انواع UPSهاي موجود در بازار باشند.
این سوء تفاهمات و برداشتهاي ناصحيح وقتي ميتواند برطرف شود كه تكنولوژيهاي ساخت UPSبه نحو درستي معرفي شده باهم مقایسه شود. توپولوژي UPS در واقع ماهيت و ساختار طراحي UPS را روشن ميكند. تامينكنندگان مختلف به طور معمول مدلهاي با ساختار يكسان و مشابه توليد ميكنند ولي مشخصات عملكردي آنها با هم؛ بسيار متفاوت است.
در اين نوشتار سعي بر آنست تا هريك از اين ساختارها تعريف شده و بصورت بلوك دياگرام هم نمايش داده شود. كاربردهاي عملي آنها تشريح شده ، مزايا و معايبشان هم ليست شود. ساختارهاي مرسوم بين سازندگان مطرح جهاني در اینجا مرور شدهاند2 .همچنين تلاش شده تا توضیحات مختصري در مورد نحوه عملكرد هر یک از توپولوژیها ارائه شود. ما مدعی نیستیم که همه جزئیات را ارائه کردهایم ولی اميدواريم این نوشتار به شما در شناسایی درست UPS ها و مقایسه دقيق ساختارهای آنها کمک كند.
انواع UPS
روش های مختلفی در پیاده سازی آرایش متنوع UPS استفاده میشود هر کدام هم دارای یک یا چند ویژگی ممتاز میباشدبه نحوی که ادامه ساخت و استفاده از آن ساختار را توجیه و منطقی میسازد.این کاربر استکه باید متناسب با نیاز خود و شناخت دقیق این سیستم ها بهترین گزینه را برای کاربرد مورد نظرش برگزیند.متداولترین آرایش ها در ادامه تشریح شده اند.
1) ساختار آماده به كار3
2) ساختار درتعامل با خط4
3) ساختار آماده به كار از نوع فررو5
4) ساختار بر خط با تبديل دوگانه6
5) ساختار دلتا7
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)
ساختار آماده به كار
UPSهاي با ساختار آماده به کار رایجترین نوعUPS مورد استفاده براي رایانههای شخصی و مصارف توان پایین در محیطهای غیر صنعتی محسوب ميشوند. در بلوک دیاگرام نشان داده شده در شکل 1، سوئیچ انتقال طوري برنامه ريزي شده است كه همواره ورودی AC - که معمولا فیلتر شده هم است - را به عنوان منبع تغذيه اصلي براي مصرف كننده انتخاب ميكند (خط توپر نشان داه شده در شكل1)، اين سوئيچ مسير باتری/ اینورتر به سمت مصرف كننده را – به عنوان منبع پشتیبان براي مدت زماني كه وقفهاي در مسير تغذيه اصلي رخ دهد- جايگزين مسير تغذيه اصلي بار خواهد كرد (مسیر خط چين). اینورتر فقط وقتي که برق قطع شود روشن خواهد شد، از این رو است كه به اين ساختار عنوان "آماده به کار" اطلاق ميشود.
راندمان بالا، اندازه کوچک و قيمت و حجم و وزن كم از مزایای اصلی این ساختار میباشد. با فیلتر مناسب و تقويت مدارات الكتريكي، این سیستم قادر خواهد تا عملكرد مطلوبي را در حذف نويز و حفاظت از اضافه ولتاژهاي گذاراي لحظهاي داشته باشد.
محدودیت توان خروجی دستگاه؛ انتقال مشکلات کیفیت توان شبکه از طریق مسیر بایپاس به بار ؛ وقفه کوتاه مدت تغذیه در زمان از دست رفتن برق اصلی ؛ بار لحظه ای 100% بر روی اینورتر در زمان قطع برق شهر ؛ محدودیت بخش قدرت مبدل برای کار طولانی مدت اینورتر (محدودیت زمان پشتیبانی بار) از جمله معایب این ساختار محسوب میشود.
UPSهاي در تعامل با خط ساختار
UPSهاي با ساختار در تعامل با خط كه در شکل 2 نشان داده شده است ، شايعترين طرح مورد استفاده برای کسب و کار کوچک ، كاربران وب، و سرورهاي محدود است. در این طراحی، مبدل برق باتری به AC (اینورتر) همیشه به خروجیAC دستگاه متصل است ولی اينورتر در زمانهایی که تغذيه AC ورودی شرايط مطلوبي دارد به صورت معكوس عمل كرده و شارژ باتری را انجام ميدهد.
هنگامی که تغذيه ورودی قطع ميشود، سوئیچ تغذيه ورودي باز شده و تغذيه از طريق انرژي ذخيره شده در باتري و مسیر اينورتر UPS ادامه مييابد. با اینورتر همیشه روشن و متصل به خروجی، این ساختار تغذيه فيلتر شده و بهتري با زمان جابجايي كمتر در مقايسه با ساختار "آماده به كار" خواهد داشت.
علاوه بر این، ساختارهاي در تعامل با خط معمولا مجهز به یک ترانسفورماتور با سرهاي ولتاژي مختلف است. این قابليت امكان تنظیم ولتاژ خروجي دستگاه را با تغيير تپ ترانسفورماتور به رغم تغيير ولتاژ ورودی را براي UPS فراهم ميسازد. تنظیم ولتاژ براي شرایطي كه ولتاژ ورودي كم و زياد ميشود یک ویژگی مهم و ارزشمند است، در غیر این صورت تغذيه خروجي UPS به باتری منتقل شده و در نتيجه زمان پشتيباني بار براي زماني كه تغذيه به طور كامل قطع شود كاهش خواهد يافت همچنين این نوع استفاده مكرر از باتری میتواند باعث از كار افتادگي سريع باتری شود. با این حال، اين امكان هم وجود كه در اين ساختار اینورتر طوري طراحی شود كه حتي در صورت خرابي آن ادامه تغذيه از طريق ورودی AC و مسير بايپاس ادامه يابد، به نحوي که احتمال وقفه تغذيه خروجي به خاطر تك مسير بودن منبع تغذيه منتفي شود و دو مسير تامين تغذيه تقريبا مستقل از هم و كارآمد براي مصرف كننده فراهم گردد.
راندمان بالا، اندازه کوچک، قيمت کم و قابلیت اطمینان بالا همراه با قابلیت اصلاح افزايش و كاهش ولتاژ ورودي این نوع UPS را در محدوده قدرت 0.5 تا 5 كيلوولت- آمپر به گزينه جذابي تبديل كرده است.
هرچند با برخی تمهیدات در مسیر بایپاس مشکلات کیفیت توان شبکه در خروجی دستگاه کمتر از ساختار آماده به کار است ولی سایر معایب ساختار مذکور را دارد.
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)
ساختار آماده به كار- فررو
UPS آماده به کار از نوع فررو در گذشته يكي از جذابترين مدلهاي UPS براي محدوده قدرت 3 تا 15 كيلوولت- آمپر بود. این ساختار متكي بر ترانسفورماتور اشباع شونده ویژهای بود که دارای سه سیمپیچ قدرت بود. مسیر تامين تغذيه اصلي و از پيش تعيين شده در اين ساختار عبارت است از ورودی AC كه پس گذر از یک سوئیچ انتقال و ترانسفورماتور به خروجی ميرسد. در صورت قطع برق ورودي، سوئیچ انتقال باز شده ، و اینورتر تامين تغذيه بار خروجی را بر عهده ميگيرد.
در مدل آماده به کار از نوع فررو، اينورتر در حالت آماده به کار بوده و هنگامی که تغذيه ورودی قطع شده و سوئیچ انتقال باز ميشد اينورتر روشن ميشد. ترانسفورماتور كه دارای یک قابلیت ویژه بنام "فرو رزونانس" است ، يك حد محدودي از تنظیم ولتاژ و تصحيح شکل موج خروجی را برعهده داشت. ايزولاسيون از شبكه قدرت AC ورودي كه توسط ترانسفورماتور فرو رزونانس فراهم ميشود به خوبی یا بهتر از هر نوع فیلتر در دسترس عمل ميكند. اما خود ترانسفورماتور فررو؛ اعوجاج شدید ولتاژ خروجی و حالت گذرا را به دنبال داشت، که میتوانست به مراتب بدتر از اتصال بار به يك شبكه AC با كيفيت توان پايين باشد.
هرچند این نوع UPS هم در دسته بندي ها جزئ ساختار آماده به کارها قرار ميگيرد ولي اين ساختار تولید مقدار زیادی گرما به دلیل استفاده از يك ترانسفورماتور فرو رزونانس بار راندمان ذاتي پايين را به دنبال دارد. این ترانسفورماتورها همچنين بزرگ و حجیم و سنگين هستند به همين خاطر UPSهاي آماده به کار از نوع فررو به طور کلی بسیار بزرگ و سنگین ميشوند.UPS هاي آماده به کار از نوع فررو رزونانس توسط برخي از سازندگان به عنوان UPS هاي ON LINE معرفي ميشوند. ولي واقعيت اين است كه هر چند آنها مجهز به یک سوئیچ انتقال هستند، ولي اينورتر آنها در حالت آماده به کار بوده و فقط با قطع برق AC وارد مدار شده و مشخصات لحظات جابجايي- وقفه كوتاه مدت- در آنها ديده ميشود (قيقا مشابه مدلهاي آماده به كار). شکل 3 توپولوژی UPSهاي آماده به کار از نوع فررو رزنانس را نشان میدهد.
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)
قابلیت اطمینان نسبتا بالا و فیلتر پسيو بسیار عالی از نقاط قوت این طرح است. با این حال، اين طرح به علت راندمان بسیار پایین و ناپايداري دستگاه در كار با ژنراتور و يا شبكههاي با امپدانس داخلي بالا و تامين تغذيه براي كامپیوترهايي كه تغذيه آنها مجهز به سيستم اصلاح ضريب توان هستند محبوبیت خود را به نحو قابل توجهي از دست داده است. دلیل اصلی اینکه UPS هاي آماده به کار از نوع فررو از دور خارج شده و ديگر استفاده نمي شوند این است که آنها هنگام تامين تغذيه براي کامپیوتر مدرن دچار ناپايداري مي شوند. تمام سرورهای بزرگ و و تجهيزات دوار از منابع تغذيه مجهز به " تصحيح كننده ضریب قدرت" استفاده مي كنند تا جرياني كه از شبكه ميكشند مانند يك لامپ رشته اي كاملا سينوسي بوده و توان راكتيو مصرف نكنند .این جریان صاف در خازنهايي ذخيره شده و براي تغذيه دستگاهها که به صورت ' پيش فاز' نسبت به ولتاژ عمل ميكنند استفاده ميشود در حالي كه UPS فرو رزونانس از يك ترانسفورماتور با هسته آهني نسبتا سنگین استفاده ميكند که دارای خاصيت سلفي بوده و عملا جرياني "پس فاز " نسبت ولتاژ دارند. ترکیب این دو مدار ميتواند يك مدار رزنانسي (تشديد) ايجاد كند. وقتي شرايط تشديد رزونانسي به وجود آيد مدار به صورت يك حلقه اتصال كوتاه عمل كرده و جريان كشي شديدي را در ورودي ايجاد ميكند كه ميتواند منجر به قطع تغذيه و خسارت براي مصرف كننده شود.
ساختار بر خط با تبديل دوگانه
این متداولترین نوع UPSها براي توانهاي بالاتر از 10kVA است. بلوک دیاگرام يك UPS با ساختار بر خط با تبديل دوگانه ، در شكل4 نشان داده شده است كه از نظر ساختار و اجزا مشابه مدلهاي آماده به کار است، با این تفاوت شاخص که مسیر اصلي رسيدن تغذيه به مصرف كننده يكسوساز و اينورتر است نه مسير Bypass آن .
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)
در UPSهاي بر خط با تبديل دوگانه، قطع تغذيه AC ورودي منجر به عملكرد سوئیچ انتقال نمیشود، چرا که ورودی AC در اين نوع UPSها حتي در شرايط نرمال هم از طريق ركتيفاير براي شارژ بانك باتری پشتیبان و تامين تغذيه DC ورودي اينورتر استفاده ميشود و با قطع آن باتري همان وظيفه را برعهده ميگيرد اینورتر همچنان تغذيه بار را ادامه ميدهد به همين خاطر در مدت قطع برق AC ورودي، هيچ جابجايي توسط سوييچ انتقال صورت نميگيرد.
در اين ساختار هم ركتيفاير و هم اينورتر در مسير جریان مصرف كننده هستند و بايد قادر باشند اين جریان را بصورت مستمر و بي وقفه تحمل كنند. حتي ركتيفاير معمولا تواني بيشتر از توان مصرف كننده (براي شارژ همزمان باتري و تامين تغذيهDC ورودي اينورتر) دارد. اين خاصيت باعث كاهش راندمان كلي دستگاه و افزايش تلفات آن و ميزان گرماي توليدي توسط دستگاه ميشود.
ميتوان گفت این نوع UPSها از منظر مصرف كننده عملکردي نزدیک به ایدهآل دارند. اما فرسايش مستمر و بيوقفه المانهاي قدرت ، قابلیت اطمینان اين تجهيزات را در بلند مدت در مقايسه با مدلهاي آماده به كار خدشهدار ميسازد و انرژی مصرف شده به علت راندمان نسبتا كمتر آنها در بلند مدت هزينههای دوره بهرهبرداري اين UPSها را افزايش ميدهد. همچنین، توان ورودی کشیده شده توسط ركتيفاير توان بالاي اين نوع UPS اغلب غیرخطی بوده و میتواند منجر به اشغال ظرفيت و ايجاد تداخل الكترومغناطيسي در سیم کشی برق تاسيسات شده و مشکلاتي را در زمان استفاده از ژنراتور برق اضطراري به دنبال داشته باشد.
در سالهاي اخير در تجهيزات جديد اين دو مشكل UPSهاي با ساختار بر خط با تبديل دوگانه را با تمهيداتي مرتفع ساختهاند. اكثر سازندگان تجهيزاتشان را به نحوي طراحي ميكنند كه بتوانند هم به صورت بر خط با تبديل دوگانه و هم بصورت آماده به كار در تعامل با خط قابل استفاده باشند و اين نوع عملكرد را به عنوان ECO مد معرفي كردهاند در واقع UPS با بازبيني مستمر ورودي و در صورت ثبات مشخصات و برخورداري از كيفيت توان مطلوب؛ بصورت آماده به كار عمل كرده و در غير اينصورت بصورت بر خط با تبديل دوگانه عمل خواهد كرد. براي رفع مشكل دوم هم اكثر سازندگان UPSهاي خود را مجهز به ادوات تصحيح ضريب توان و فيلترهاي اكتيو ميسازند به نحوي كه ضريب توان در مدلهاي جديد در حد 1 و اعواجاج جريان ورودي دستگاه كمتر از 6 درصد و در برخي از مدلها كمتر از 3درصد باشد.
یو پی اس ها با ساختار دلتا
این نوع UPS، كه در شکل 5 نشان داده شده است ،يك فنآوری نسبتا جدید با قدمت حدود 10ساله است كه برای جبران برخي از محدوديتهاي ساختار بر خط با تبديل دوگانه در توانهاي از 5KVA تا 1.6MW معرفي شده است.
مشابه ساختار بر خط با تبديل دوگانه، UPS دلتا داراي اینورتري است كه قادر به تامين 100 درصدي توان بار است. با این حال، يك مبدل دلتا اضافي در تامين تغذيه خروجي مشاركت ميكند. در شرایط قطع تغذيه AC ورودي یا تغييراتی بيش از مقادير از پيش تعيين شده، این طراحی رفتاري مشابه ساختار بر خط با تبديل دوگانه را خواهد داشت.دليل صرفه جويي انرژي در UPSهاي با فنآوری دلتا اين است كه در زمان حضور برق شهر در اين روش تنها اختلاف سطح ولتاژ بين ورودي و خروجي جبران مي شود و مانند ساختار بر خط با تبديل دوگانه نياز به تبديل كامل ولتاژ از حالت AC به DC و تبديل مجدد آن از DC به AC با صد در صد توان نيست.
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)
عملكرد UPSهاي دلتا، در بخش خروجي تا حد زيادي شبيه UPSهاي بر خط با تبديل دوگانه مجهز با استبلايزر و با عملكرد ECO مد است. ولي غالبا از منظر مشخصات ورودي دستگاه متفاوتند. در واقع آنها مجهز به استبلايزر اينورتري در مسير بايپاس هستند كه تصحيح ضريب توان؛ كاهش اعوجاج هارمونيكي؛ تثبيت دامنه ولتاژ خروجي را بدون استفاده از فيلترهاي بزرگ و راهحلهاي سنتي امكان پذير ميسازند.کنترل ضريب توان ورودی همچنین باعث میشود تا اين نوع UPS توانايي كار با ژنراتور را داشته و نياز به در نظر گرفتن ظرفيت اضافه براي سيمكشي شبكه تغذيه UPS و ژنراتور نيست. UPS دلتا تنها فنآوری از انواع فناوريهاي پايهاي براي ساخت UPS است كه به صورت اختراع ثبت شده و قابل استفاده براي تمامي سازندگان UPS نيست و به همين علت شايد در بازار توسط سازندگان متعدد و با برندهاي مختلف موجود نيست.
خلاصه ای از انواع UPS
برخی از ویژگیهای ساختارهاي مختلف UPSها در جدول زیر نشان داده شده است. برخی از مشخصات، مانند راندمان، با انتخاب نوع UPS به مشتري تحميل ميشود. از آنجا که نحوه اجرا و پیاده سازی و کیفیت تولید، ویژگیهايي مثل قابلیت اطمینان دستگاه را تحت تاثیر قرار ميدهند بنابراين لازم است كه اين نوع عوامل هم در كنار ساختار UPS براي ارزيابي چنين پارامترهايي مورد توجه قرار گيرد.
كميت مقايسه
ساختار
|
محدوده توان كاري (KVA)
|
ميزان تصحيح ولتاژ
|
قيمت براي هر (VA)
|
راندمان
|
كار مستمر اينورتر
|
آماده به كار
|
0…0.5KVA
|
پايين
|
پايين
|
بسيار بالا8
|
نه
|
در تعامل با خط
|
0.5…5KVA
|
بستگي به طراحي دارد
|
متوسط
|
بسيار بالا9
|
بستگي به طراحي دارد
|
آماده به كار از نوع فررو
|
3…15KVA
|
بالا
|
بالا
|
كم و متوسط
|
نه
|
ساختار بر خط با تبديل دوگانه
|
5…5000KVA
|
بالا
|
متوسط
|
متوسط و بالا10
|
بله
|
UPS هاي با ساختار دلتا
|
5…5000KVA
|
بالا
|
متوسط
|
بالا
|
بله
|
جمع بندي
در حال حاضر محصولات ارائه شده در بازار صنعت UPS كه به مرور زمان تکامل یافته و از رشدمطلوبي برخوردار شدهاند شامل اكثر ساختارهاي فوق الذكر بجز ساختار آماده به كار از نوع فررو ميشوند. البته بايد يادآور شد كه تنوع بسيار سازندگان در اين بازار محدودههاي قدرت اعلام شده در جدول بالارا بسيار متنوع ساخته است به عنوان مثال يك خريدار جستجوگر قادر است مدلهاي آماده به كار تا 6KVA و مدلهاي در تعامل با خط تا توان 10KVA را در بازار اين تجهيزات پيدا كند. هر كدام از ساختارهاي معرفي شده ویژگیهایی دارند که آنها را براي يك كاربرد خاص مناسب و برای کاربرد دیگر نامناسب ميكند در واقع نميتوان ادعا كرد كه يك نوع خاص UPS برای تمام کاربردها مناسب و ايده آل است. این كاربر و يا استفاده كننده نهايي UPS است كه ميتواند تنها با شناخت دقيق اين ساختارها و مزايا و معايب هريك از آنها در كنار مشخصات فني و كيفي شبكه اصلي و همچنين نيازهاي مصرف كنندهاي كه قرار است به UPS وصل شود است مناسب ترين انتخاب را داشته باشد.
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1-Uninterruptable Power Supply
2- ممكن است خوانندگان ساختارهاي ديگري هم به اين موارد اضافه كنند كه به اندازه اين ساختارها فراگير نيستند در اينجااز پرداختن به برخي ساختارهاي خاص و محدود پرهيز شده است.
3-The Standby
4- Line Interactive
5- Standby-Ferro
6-Double Conversion On-Line
7- Delta Conversion
8-بالا بودن راندمان براي زمان حضور برق اصلي است كه از مسير بايپاس استفاده ميشود وقتي برق شهر قطع ميشود و اينورتر روشن ميشود راندمان دستگاه با توجه به پايين بودن ولتاژ باتري معمولا پايين است.
9-لازم به یادآوری است که وقتی صحبت از راندمان کم برای ساختارهای برخط با تبدیل دوگانه میشود تنها حدود 5% کمتر در مقایسه با دیگر ساختارهاست.